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Numerical Solutions
Build a numerical solution for the following initial-value problems. Plot your data to observe patterns in the solution. Is there an equilibrium solution? Is it stable or unstable?an + 1 = an + 100
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- By Sharon |
- Category: other - mathematics |
- Grade level: college and above
- Aug/26/2008 |
- Answers to this question: 1
Answer by: Ganesha
First Answer
an+1 = an + 100.
Let a0 = k
Then, a1 =k+100,a2 = k+200, a3 =k+300.. and like that contiue to get an =k+100n.
If you plot it it is of the form
y =mx+c, where, y=an (n th gen of a and not a*n) and n =x ,100=x and k=c
That is a sraight line with slope n with an intercept k on x axis .
Sorry my microsoft graph is not capable of being im(/ex)portable.
Let a0 = k
Then, a1 =k+100,a2 = k+200, a3 =k+300.. and like that contiue to get an =k+100n.
If you plot it it is of the form
y =mx+c, where, y=an (n th gen of a and not a*n) and n =x ,100=x and k=c
That is a sraight line with slope n with an intercept k on x axis .
Sorry my microsoft graph is not capable of being im(/ex)portable.
- Aug/30/2008 |
- Answers by Ganesha: 1111 |
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